Data was collected on ratings of two brands of coffee on four characteristics: taste, aroma, richness, and acidity. The distribution is unknown, but symmetric. Is there evidence of a difference in the...


Data was collected on ratings of two brands of coffee on four characteristics: taste, aroma, richness, and acidity. The distribution is<br>unknown, but symmetric. Is there evidence of a difference in the median ratings between the two brands? Use a Wilcoxen Matched-<br>Pairs Signed Rank Test to answer this question at a 5% significance level. Differences = Brand A - Brand B.<br>Brand A<br>Brand B<br>24<br>26<br>27<br>27<br>19<br>22<br>24<br>27<br>22<br>25<br>26<br>27<br>27<br>26<br>25<br>27<br>22<br>23<br>What is the value of T?<br>What is the critical value?<br>At a 5% significance level, what can you conclude from this study?<br>O There is no significant difference in the median ratings between the two coffee brands.<br>O Brand A is rated significantly lower than Brand B.<br>O There is a significant difference in the median ratings between the two coffee brands.<br>O Brand A is rated significantly higher than Brand B.<br>

Extracted text: Data was collected on ratings of two brands of coffee on four characteristics: taste, aroma, richness, and acidity. The distribution is unknown, but symmetric. Is there evidence of a difference in the median ratings between the two brands? Use a Wilcoxen Matched- Pairs Signed Rank Test to answer this question at a 5% significance level. Differences = Brand A - Brand B. Brand A Brand B 24 26 27 27 19 22 24 27 22 25 26 27 27 26 25 27 22 23 What is the value of T? What is the critical value? At a 5% significance level, what can you conclude from this study? O There is no significant difference in the median ratings between the two coffee brands. O Brand A is rated significantly lower than Brand B. O There is a significant difference in the median ratings between the two coffee brands. O Brand A is rated significantly higher than Brand B.

Jun 09, 2022
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